Heteroclinic network

In mathematics, a heteroclinic network is an invariant set in the phase space of a dynamical system. It can be thought of loosely as the union of more than one heteroclinic cycle, although there are further constraints requiring the network to be transitive.

References

Hoyle, Rebecca B. (2006), Pattern Formation: An Introduction to Methods, Cambridge texts in applied mathematics, Cambridge University Press, p. 129, ISBN 9780521817509 .

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